109030 | ![AHMET YAŞAR ÖZBAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/UYGULAMALI MATEMATİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Uygulamalı Matematik | ahmetyozban[at]karatekin.edu.tr | 644B942460E4B189 |
31649 | ![ALİ KARAİPEKLİ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Enerji ; Nanoteknoloji | akaraipekli[at]karatekin.edu.tr | 6E822ACE1E02F553 |
106724 | ![ALİ YİĞİT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/MATEMATİKSEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik İstatistik Fizik ; Genel Fizik ; Matematiksel Fizik | ayigit80[at]karatekin.edu.tr | 8122E88E084340DA |
42359 | ![ÇİĞDEM YÜKSEKTEPE ATAOL](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Spektroskopi | yuksektepe.c[at]karatekin.edu.tr | A5E7FD84F2E50550 |
203270 | ![FARUK KARAASLAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiğin Temelleri ve Matematiksel Mantık ; Cebir ve Sayılar Teorisi | | 4DB1B1AC7DF4C520 |
24809 | ![FARUK POLAT](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/ANALİZ VE FONKSİYONLAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiksel Analiz | faruk.polat[at]gmail.com | 03514312DC29A6AA |
236253 | ![GONCA DURMAZ GÜNGÖR](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/TOPOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Topoloji ; Matematiksel Analiz | goncadurmaz[at]karatekin.edu.tr | E48C0707B3DD32A5 |
29953 | ![HAKAN ÇOLAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/İNORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya | hakancolak[at]karatekin.edu.tr | F7555368EDA7F2E7 |
171076 | ![HALİT ALTUNTAŞ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yarı İletkenler ; Yoğun Madde Fiziği | haltuntas[at]karatekin.edu.tr | 3B9FD074563484A3 |
182787 | ![HAMİT ALYAR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/ATOM VE MOLEKÜLER FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Spektroskopi ; Atom- Molekül ve Lazer Fiziği ; Optik- Fotonik- Fiber Optik | | E6A4187B1D178144 |
28081 | ![İLYAS İNCİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/NÜKLEER FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Nükleer Fizik | ilyasinci[at]karatekin.edu.tr | 710EA2EC977EDFF5 |
218017 | ![ÖZCAN ÖZKAN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/ZOOLOJİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Veteriner Parazitolojisi | | 9B5D4E7B253EB2C6 |
30099 | ![SALİHA ALYAR](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/İNORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Anorganik Kimya ; Spektroskopi ; Teorik Kimya | | D63D1DB81AC81842 |
25118 | ![SEBAHADDİN ALPTEKİN](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/KATIHAL FİZİĞİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Yoğun Madde Fiziği ; Yarı İletkenler ; Malzeme Fiziği | salptekin[at]karatekin.edu.tr | BEA656A69AF3C9B2 |
112677 | ![SEÇİL AKILLI ŞİMŞEK](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BİTKİ HASTALIKLARI VE MİKROBİYOLOJİ ANABİLİM DALI/ Ziraat ve Orman ve Su Ürünleri Temel Alanı Orman Mühendisliği Orman Entomolojisi ve Orman Koruma | secilakilli[at]gmail.com | 19BD7E4BF500FDFE |
23544 | ![ŞEVKİ ADEM](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/BİYOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Biyokimya | sevkiadem[at]gmail.com | A8EC7A34068C3049 |
34618 | ![TAMER KEÇELİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/BOTANİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Bitki Sistematiği ; Tohumsuz Bitkiler Sistematiği | tkeceli[at]karatekin.edu.tr | 7DF35280DEB9ACFC |
230919 | ![ÜLKÜ NİHAN YAZGAN TAVŞANOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/BİYOLOJİ BÖLÜMÜ/HİDROBİYOLOJİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Ekoloji ; Hidrobiyoloji ; Limnoloji | nihan[at]karatekin.edu.tr | 539AD9C8C1DD0948 |
137468 | ![VOLKAN EYÜPOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/FİZİKOKİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Fiziksel Kimya ; Su ve Atıksu Arıtma ; Nanoteknoloji | volkan[at]karatekin.edu.tr | DBC002BA8C21962A |
31747 | ![ZEYNEP GÜLTEKİN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRÇANKIRI KARATEKİN ÜNİVERSİTESİ/FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ORGANİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Organik Kimya ; Katalizörler ve Katalitik Tepkimeler | | 9587D169EC28DB16 |